Write in exponential form.
-$$0 = \log _ { 13 } 1$$
A) $13 ^ { 0 } = 1$
B) $1 ^ { 13 } = 0$
C) $0 ^ { 13 } = 1$
D) does not exist

Name: Write in exponential form. -\[0 = \log _ { 13 } 1\] A) $13 ^ { 0 } = 1$ B) $1 ^ { 13 } = 0$ C) $0 ^ { 13 } = 1$ D) does not exist
Brand: Quizplus
Rating: 4.8 (42 reviews)

Question

Quizplus · Accepted Answer

The logarithmic equation $\log_{13}1 = 0$ means that the base $13$ raised to the power $0$ equals $1$, which is correctly represented by $13^0 = 1$.

Write in Exponential Form 0=log⁡1310 = \log _ { 13 } 10=log13​1

Write in Exponential Form $0 = \log _ { 13 } 1$